{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Lithography Projection Lens"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "\n",
    "from optiland import materials, optic"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "class UVProjectionLens(optic.Optic):\n",
    "    \"\"\"UV projection lens for 248 nm lithography.\n",
    "\n",
    "    Based on U.S. Patent #5831776\n",
    "    \"\"\"\n",
    "\n",
    "    def __init__(self):\n",
    "        super().__init__()\n",
    "\n",
    "        # We define SiO2 with the index of refraction at 248 nm\n",
    "        SiO2 = materials.IdealMaterial(n=1.5084, k=0)\n",
    "\n",
    "        # Define all surfaces\n",
    "        self.add_surface(index=0, radius=np.inf, thickness=110.85883544)\n",
    "        self.add_surface(index=1, radius=-737.7847, thickness=27.484, material=SiO2)\n",
    "        self.add_surface(index=2, radius=-235.2891, thickness=0.916)\n",
    "        self.add_surface(index=3, radius=211.1786, thickness=36.646, material=SiO2)\n",
    "        self.add_surface(index=4, radius=-461.3986, thickness=0.916)\n",
    "        self.add_surface(index=5, radius=412.6778, thickness=21.071, material=SiO2)\n",
    "        self.add_surface(index=6, radius=160.5391, thickness=16.197)\n",
    "        self.add_surface(index=7, radius=-604.1283, thickness=7.215, material=SiO2)\n",
    "        self.add_surface(index=8, radius=218.1877, thickness=23.941)\n",
    "        self.add_surface(index=9, radius=-3586.063, thickness=11.978, material=SiO2)\n",
    "        self.add_surface(index=10, radius=251.8168, thickness=47.506)\n",
    "        self.add_surface(index=11, radius=-85.2817, thickness=11.961, material=SiO2)\n",
    "        self.add_surface(index=12, radius=584.8597, thickness=9.968)\n",
    "        self.add_surface(index=13, radius=4074.801, thickness=35.291, material=SiO2)\n",
    "        self.add_surface(index=14, radius=-162.0185, thickness=0.923)\n",
    "        self.add_surface(index=15, radius=629.544, thickness=41.227, material=SiO2)\n",
    "        self.add_surface(index=16, radius=-226.7397, thickness=0.916)\n",
    "        self.add_surface(index=17, radius=522.2739, thickness=27.842, material=SiO2)\n",
    "        self.add_surface(index=18, radius=-582.424, thickness=0.916)\n",
    "        self.add_surface(index=19, radius=423.729, thickness=22.904, material=SiO2)\n",
    "        self.add_surface(index=20, radius=-1385.36, thickness=0.916, is_stop=True)\n",
    "        self.add_surface(index=21, radius=212.039, thickness=33.646, material=SiO2)\n",
    "        self.add_surface(index=22, radius=802.3695, thickness=55.304)\n",
    "        self.add_surface(index=23, radius=-776.5697, thickness=8.703, material=SiO2)\n",
    "        self.add_surface(index=24, radius=106.1728, thickness=24.09)\n",
    "        self.add_surface(index=25, radius=-200.683, thickness=11.452, material=SiO2)\n",
    "        self.add_surface(index=26, radius=311.8264, thickness=59.54)\n",
    "        self.add_surface(index=27, radius=-77.2276, thickness=11.772, material=SiO2)\n",
    "        self.add_surface(index=28, radius=2317.8032, thickness=11.862)\n",
    "        self.add_surface(index=29, radius=-290.8859, thickness=22.904, material=SiO2)\n",
    "        self.add_surface(index=30, radius=-148.3577, thickness=1.373)\n",
    "        self.add_surface(index=31, radius=-5658.5043, thickness=41.227, material=SiO2)\n",
    "        self.add_surface(index=32, radius=-151.9858, thickness=0.916)\n",
    "        self.add_surface(index=33, radius=678.1005, thickness=32.981, material=SiO2)\n",
    "        self.add_surface(index=34, radius=-358.554, thickness=0.916)\n",
    "        self.add_surface(index=35, radius=264.2734, thickness=32.814, material=SiO2)\n",
    "        self.add_surface(index=36, radius=2309.6884, thickness=0.916)\n",
    "        self.add_surface(index=37, radius=171.2681, thickness=29.015, material=SiO2)\n",
    "        self.add_surface(index=38, radius=364.7765, thickness=0.918)\n",
    "        self.add_surface(index=39, radius=113.37, thickness=76.259, material=SiO2)\n",
    "        self.add_surface(index=40, radius=78.6982, thickness=54.304)\n",
    "        self.add_surface(index=41, radius=49.5443, thickness=18.65, material=SiO2)\n",
    "        self.add_surface(index=42, radius=109.8136, thickness=13.07647896)\n",
    "        self.add_surface(index=43, radius=np.inf)\n",
    "\n",
    "        # Define the aperture\n",
    "        self.set_aperture(aperture_type=\"objectNA\", value=0.133)\n",
    "\n",
    "        # Define the field\n",
    "        self.set_field_type(field_type=\"object_height\")\n",
    "        self.add_field(y=0)\n",
    "        self.add_field(y=32)\n",
    "        self.add_field(y=48)\n",
    "\n",
    "        # Define the wavelength\n",
    "        self.add_wavelength(value=0.248, is_primary=True)\n",
    "\n",
    "        # Specify that the self is object-space telecentric\n",
    "        self.obj_space_telecentric = True\n",
    "\n",
    "        # Move last surface to the paraxial image plane\n",
    "        self.image_solve()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 1000x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "lens = UVProjectionLens()\n",
    "lens.draw()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": ".venv",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
